Matt and seth purchase baseball cards each week. the amount of cards they each have in their collection is shown in the graph and table. who will have more cards in week 20?

At the end of Week 20;

Seth has 58 balls

Matt has 20 balls

Seth has more balls

Step-by-step explanation:

The graph shows a progression

Week 1:

Matt has 1, Seth has 22

Week 5:

Matt has 5, Seth has 30:

Week 9:

Matt has 9, Seth has 38

For Matt, the progression shows that;

Matt bought (5 - 1) baseball's between week 1 and 5 and (9 - 5) between week 9 and 5

(5 - 1) balls = (9 - 5) balls

=> 4 balls = 4 balls

(9 - 5) weeks = (5-1) weeks

4 weeks = 4 weeks

4 weeks = 4 balls. --- divide by 4

1 weeks = 1 ball

This means that Matt buys a ball per week; Common difference = 1

For Matt, the progression shows that;

Matt bought (30 - 22) baseball's between week 1 and 5 and (38 - 30) between week 9 and 5

(30 - 22) balls = (38 - 30) balls

=> 8 balls = 8 balls

(9 - 5) weeks = (5-1) weeks

4 weeks = 4 weeks

4 weeks = 8 balls. --- divide by 4

1 seek = 2 ball

This means that Sett buys 2 balls ball per week --- Common difference = 2

Calculating their balls at week 20;

Using the following formula

Tn = a + (n-1)d.

Where a = first term

n = nth term

d = common difference

For Matt

a = 1

d = 1

n = 20

Tn = a + (n-1)d becomes

T20 = 1 + (20 - 1) * 1

T20 = 1 + 19 * 1

T20 = 20

For Seth

a = 22

d = 2

n = 20

Tn = a + (n-1)d becomes

T20 = 22 + (20 - 1) * 2

T20 = 22 + 19 * 2

T20 = 22 + 38

T20 = 58.

At the end of Week 20;

Seth has 58 balls

Matt has 20 balls

Seth has more balls

rick would give her the best deal as he will charge $8.88 per hour

a framing bias

step-by-step explanation:

rodrigo is subject to a framing bias i believe.